Using ClipPlanes with AnatomyDataFunctions, Options and SymbolsFind elements in a decay chain using IsotopeDataComputing lists using AstronomicalDataUsing DeleteCases with multiple AstronomicalData propertiesUtility information using FindGeoLocation in Ver.10Plot “OilReserves” using CountryData from 1985 until 2014SpaceFillingMolecularPlot using CAS number of a compoundUsing GraphData to generate all directed graphs with n verticesMissing elements using FinancialDataDifficulties using AdministrativeDivisionData and Entities: Who cures the curator?Dealing with cache file locks when using EntityValue in ParallelMap
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Using ClipPlanes with AnatomyData
Functions, Options and SymbolsFind elements in a decay chain using IsotopeDataComputing lists using AstronomicalDataUsing DeleteCases with multiple AstronomicalData propertiesUtility information using FindGeoLocation in Ver.10Plot “OilReserves” using CountryData from 1985 until 2014SpaceFillingMolecularPlot using CAS number of a compoundUsing GraphData to generate all directed graphs with n verticesMissing elements using FinancialDataDifficulties using AdministrativeDivisionData and Entities: Who cures the curator?Dealing with cache file locks when using EntityValue in ParallelMap
$begingroup$
Suppose I render a simple eyeball:
AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]]
but want to cut it in half using ClipPlanes, for instance to eliminate the left half of the eyeball.
By what principled method do I know how to specify the plane? I tried the obvious
ClipPlanes -> 1,0,0,0
and
0,0,0,0,1,0,0,0,1
without success.
curated-data anatomy
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
$endgroup$
add a comment |
$begingroup$
Suppose I render a simple eyeball:
AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]]
but want to cut it in half using ClipPlanes, for instance to eliminate the left half of the eyeball.
By what principled method do I know how to specify the plane? I tried the obvious
ClipPlanes -> 1,0,0,0
and
0,0,0,0,1,0,0,0,1
without success.
curated-data anatomy
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
$endgroup$
add a comment |
$begingroup$
Suppose I render a simple eyeball:
AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]]
but want to cut it in half using ClipPlanes, for instance to eliminate the left half of the eyeball.
By what principled method do I know how to specify the plane? I tried the obvious
ClipPlanes -> 1,0,0,0
and
0,0,0,0,1,0,0,0,1
without success.
curated-data anatomy
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
$endgroup$
Suppose I render a simple eyeball:
AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]]
but want to cut it in half using ClipPlanes, for instance to eliminate the left half of the eyeball.
By what principled method do I know how to specify the plane? I tried the obvious
ClipPlanes -> 1,0,0,0
and
0,0,0,0,1,0,0,0,1
without success.
curated-data anatomy
curated-data anatomy
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
edited Mar 23 at 6:54
J. M. is away♦
99.1k10312471
99.1k10312471
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
asked Mar 23 at 6:52
David G. StorkDavid G. Stork
25.1k22256
25.1k22256
add a comment |
add a comment |
1 Answer
1
active
oldest
votes
$begingroup$
Of course ClipPlanes works here. The problem is that you had mistakenly assumed the PlotRange:
eyeball = AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]];
pr = PlotRange[eyeball]
-43.6181, -17.298, -166.051, -138.829, 1504.96, 1531.19
Thus,
Show[eyeball,
ClipPlanes -> InfinitePlane[Mean[Transpose[pr]], 1, -1 IdentityMatrix[3][[2, 3]]]]
$endgroup$
$begingroup$
I didn't know how to get the PlotRange of the object. Simple! Thanks so much. (Accept)
$endgroup$
– David G. Stork
Mar 23 at 7:32
$begingroup$
Another way of finding the center of the eyeball is withEntityValue[eyeball, "EnclosingSphere"][[1]].
$endgroup$
– Roman
Mar 23 at 12:55
$begingroup$
@J.M. Do you know of a place where this functionality ofPlotRangeis documented?
$endgroup$
– Lukas Lang
Mar 23 at 13:04
$begingroup$
@Lukas, I do not believe it is documented, but it's been around for a long while.
$endgroup$
– J. M. is away♦
Mar 23 at 13:07
add a comment |
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1 Answer
1
active
oldest
votes
1 Answer
1
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
Of course ClipPlanes works here. The problem is that you had mistakenly assumed the PlotRange:
eyeball = AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]];
pr = PlotRange[eyeball]
-43.6181, -17.298, -166.051, -138.829, 1504.96, 1531.19
Thus,
Show[eyeball,
ClipPlanes -> InfinitePlane[Mean[Transpose[pr]], 1, -1 IdentityMatrix[3][[2, 3]]]]
$endgroup$
$begingroup$
I didn't know how to get the PlotRange of the object. Simple! Thanks so much. (Accept)
$endgroup$
– David G. Stork
Mar 23 at 7:32
$begingroup$
Another way of finding the center of the eyeball is withEntityValue[eyeball, "EnclosingSphere"][[1]].
$endgroup$
– Roman
Mar 23 at 12:55
$begingroup$
@J.M. Do you know of a place where this functionality ofPlotRangeis documented?
$endgroup$
– Lukas Lang
Mar 23 at 13:04
$begingroup$
@Lukas, I do not believe it is documented, but it's been around for a long while.
$endgroup$
– J. M. is away♦
Mar 23 at 13:07
add a comment |
$begingroup$
Of course ClipPlanes works here. The problem is that you had mistakenly assumed the PlotRange:
eyeball = AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]];
pr = PlotRange[eyeball]
-43.6181, -17.298, -166.051, -138.829, 1504.96, 1531.19
Thus,
Show[eyeball,
ClipPlanes -> InfinitePlane[Mean[Transpose[pr]], 1, -1 IdentityMatrix[3][[2, 3]]]]
$endgroup$
$begingroup$
I didn't know how to get the PlotRange of the object. Simple! Thanks so much. (Accept)
$endgroup$
– David G. Stork
Mar 23 at 7:32
$begingroup$
Another way of finding the center of the eyeball is withEntityValue[eyeball, "EnclosingSphere"][[1]].
$endgroup$
– Roman
Mar 23 at 12:55
$begingroup$
@J.M. Do you know of a place where this functionality ofPlotRangeis documented?
$endgroup$
– Lukas Lang
Mar 23 at 13:04
$begingroup$
@Lukas, I do not believe it is documented, but it's been around for a long while.
$endgroup$
– J. M. is away♦
Mar 23 at 13:07
add a comment |
$begingroup$
Of course ClipPlanes works here. The problem is that you had mistakenly assumed the PlotRange:
eyeball = AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]];
pr = PlotRange[eyeball]
-43.6181, -17.298, -166.051, -138.829, 1504.96, 1531.19
Thus,
Show[eyeball,
ClipPlanes -> InfinitePlane[Mean[Transpose[pr]], 1, -1 IdentityMatrix[3][[2, 3]]]]
$endgroup$
Of course ClipPlanes works here. The problem is that you had mistakenly assumed the PlotRange:
eyeball = AnatomyPlot3D[Entity["AnatomicalStructure", "RightEyeball"]];
pr = PlotRange[eyeball]
-43.6181, -17.298, -166.051, -138.829, 1504.96, 1531.19
Thus,
Show[eyeball,
ClipPlanes -> InfinitePlane[Mean[Transpose[pr]], 1, -1 IdentityMatrix[3][[2, 3]]]]
answered Mar 23 at 7:06
community wiki
J. M. is away
$begingroup$
I didn't know how to get the PlotRange of the object. Simple! Thanks so much. (Accept)
$endgroup$
– David G. Stork
Mar 23 at 7:32
$begingroup$
Another way of finding the center of the eyeball is withEntityValue[eyeball, "EnclosingSphere"][[1]].
$endgroup$
– Roman
Mar 23 at 12:55
$begingroup$
@J.M. Do you know of a place where this functionality ofPlotRangeis documented?
$endgroup$
– Lukas Lang
Mar 23 at 13:04
$begingroup$
@Lukas, I do not believe it is documented, but it's been around for a long while.
$endgroup$
– J. M. is away♦
Mar 23 at 13:07
add a comment |
$begingroup$
I didn't know how to get the PlotRange of the object. Simple! Thanks so much. (Accept)
$endgroup$
– David G. Stork
Mar 23 at 7:32
$begingroup$
Another way of finding the center of the eyeball is withEntityValue[eyeball, "EnclosingSphere"][[1]].
$endgroup$
– Roman
Mar 23 at 12:55
$begingroup$
@J.M. Do you know of a place where this functionality ofPlotRangeis documented?
$endgroup$
– Lukas Lang
Mar 23 at 13:04
$begingroup$
@Lukas, I do not believe it is documented, but it's been around for a long while.
$endgroup$
– J. M. is away♦
Mar 23 at 13:07
$begingroup$
I didn't know how to get the PlotRange of the object. Simple! Thanks so much. (Accept)
$endgroup$
– David G. Stork
Mar 23 at 7:32
$begingroup$
I didn't know how to get the PlotRange of the object. Simple! Thanks so much. (Accept)
$endgroup$
– David G. Stork
Mar 23 at 7:32
$begingroup$
Another way of finding the center of the eyeball is with
EntityValue[eyeball, "EnclosingSphere"][[1]].$endgroup$
– Roman
Mar 23 at 12:55
$begingroup$
Another way of finding the center of the eyeball is with
EntityValue[eyeball, "EnclosingSphere"][[1]].$endgroup$
– Roman
Mar 23 at 12:55
$begingroup$
@J.M. Do you know of a place where this functionality of
PlotRange is documented?$endgroup$
– Lukas Lang
Mar 23 at 13:04
$begingroup$
@J.M. Do you know of a place where this functionality of
PlotRange is documented?$endgroup$
– Lukas Lang
Mar 23 at 13:04
$begingroup$
@Lukas, I do not believe it is documented, but it's been around for a long while.
$endgroup$
– J. M. is away♦
Mar 23 at 13:07
$begingroup$
@Lukas, I do not believe it is documented, but it's been around for a long while.
$endgroup$
– J. M. is away♦
Mar 23 at 13:07
add a comment |
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